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Evaluate the following limit using the squeeze thereom lim 2xcos2x as x->0
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\[-2|x|\le2x\cos2x\le2|x|\]
i dont know how to go on
then you need to review what the squeeze theorem says. It is really easy from here.
can u explain?
hwo 2 go on then
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\[\text{you have 3 parts here...take the limit as }x\to 0\text{ of the left and right sides}\] if the limits are the same then the middles term also goes to the same value
what are ... \[\lim_{x\to 0}-2|x|\] and \[\lim_{x\to 0}\,\,2|x|\]
1st one is -2 adn teh second one is 2
no...try again
well does it exist then
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yes
i really dont know
i havent evn learned this thereom yet
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